tag:blogger.com,1999:blog-91560767731260546862019-01-19T18:20:27.801+11:00The Unintelligent InvestorTales from a Medical Officer trying to figure out the world of investments.Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.comBlogger78125tag:blogger.com,1999:blog-9156076773126054686.post-42684518191133810652013-03-25T21:00:00.000+11:002013-03-25T21:00:50.586+11:00PEG Ratio<br /><div class="MsoNoSpacing" style="text-align: justify;">Hey there</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">How is everyone going? This year has progressed so quickly, I’m almost done with my first rotation, got 4 pay checks already but still struggling to break even thanks to random unavoidable spending like expenses related to moving from Newcastle to Canberra, telephone and internet connection fees and things like that.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Anyhow, continuing with this year’s project, the next indicator on the list is P/E growth ratio or PEG ratio.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">PEG Ratio = P/E ratio ÷ annual EPS growth</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">We should all know what a P/E ratio is by now. EPS growth or earnings per share growth is fairly straight forward as well I guess, if the EPS grows from 10 cents to 11 cents, that is a growth of 10%. So if the P/E ratio is 10 and the EPS growth is 10, that gives us a PEG Ratio of 1. The theory is that if the company is fairly priced, its P/E ratio will equal its growth rate (PEG Ratio of 1). If the PEG ratio is below 1, that could indicate that the stock is underpriced and if it is above one, it could mean that it is overpriced.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Sometimes the PEG ratio could be a negative number, is those cases, the company’s earnings are expected to decline.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Keep in mind that different websites calculate the PEG ratio differently. They can either a projected or trailing P/E ratio and annual growth rate may be the expected growth rate for the next year of the next five years. So just keep in mind that PEG ratios can be different depending on where you look.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">I personally do not look at PEG ratio much. I sometimes look at it when a company have a very high P/E ratio and if the PEG ratio is low, it could mean that the high P/E ratio is backed by a high growth rate.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">I don’t really know how good or reliable it is as an indicator for value of a stock. But I’ll have to say like all other indicators, it is probably a good idea to not just base an investment decision on the PEG ratio. Remember to look at the entire company as a whole and of course ask for advice from a financial planner.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Feel free to leave a comment or shoot me an email. I’m happy to hear your opinions on PEG ratios.</div>Jeffrey Siahttp://www.blogger.com/profile/01852913338265640993noreply@blogger.com4tag:blogger.com,1999:blog-9156076773126054686.post-73191028948956081322013-03-11T16:17:00.001+11:002013-03-11T16:17:44.179+11:00First trade of 2013<br /><div class="MsoNoSpacing" style="text-align: justify;">Hey there,</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">If you’re still a frequent visitor of this site, you might have noticed that last year was a very quiet year for me financially. I probably executed a total of 5 trades on my account; most of them buys and wrote two posts for this site. Most of my efforts went into not failing final year of medicine, even so I failed my psychiatry short cases and had to repeat it. Thankfully I passed it the second time and I’m a registered doctor working in Canberra now!</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">With a new career come new responsibilities, obviously. One of the big ones is tax. My situation tax situation is quite interesting this year. Australia’s financial year ends in the middle of the year, so 30<sup>th</sup>June. I started working in January that means my taxable income for this financial year is only half of my year’s salary (which is not a lot). On top of that, being a doctor working in a public hospital, we get other benefits like fringe benefit tax and other salary packaging goodies. If I put all of them together and cleverly and legally deduct tax deductable items I’ll be paying very very very little tax for this next 6 months, which is nice but is also a very rare opportunity, unless I stop working for 6 months in the future. Starting next financial year I’ll suddenly be taxed a lot because I would have been working the full financial year.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Taking all of that into consideration, I have decided to liquidate my (very small) share portfolio. This is how the trades look like.<br /><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-eov-nKvKvEs/UT1nr7MmYBI/AAAAAAAAAm4/0mItr7Ik7w8/s1600/Capture.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="111" src="http://4.bp.blogspot.com/-eov-nKvKvEs/UT1nr7MmYBI/AAAAAAAAAm4/0mItr7Ik7w8/s320/Capture.JPG" width="320" /></a></div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">As a result of making this decision, capital gain from the shares are 18.72% which is not bad considering the ASX S&amp;P 200 returned about 7.5% in the last 3 years. I certainly got lucky with Flight Centre. I’m not sure how much I gained from dividens because I lost track :P so we’ll exclude that for now. Only half of the capital gains will be taxed because I’ve held them for more than a year and from the taxable half, my tax rate will be around the 15% mark this financial year. If I sold it after 30<sup>th</sup>June, my tax will be more than 30%, saving 15% there.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Besides the tax savings, this decision has given me the opportunity to “reset” my investment portfolio. Now because my portfolio is small and if I want to save for a home loan deposit, I cannot afford to lose my capital. I’ll focus on saving a portion of my salary, capital preservation and low risk investments like Index Traded Funds, term deposits and high interest online banking accounts (Combank’s goal saver account pays 4.6% if you increase your balance by 200 every month at the moment). Maybe allocating a small small amount of my capital to more risky small caps – one that really interests me at the moment is Greencross LTD.<a href="http://www.blogger.com/blogger.g?blogID=9156076773126054686" name="_GoBack"></a></div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Good or bad, the decision was made and executed. I thought it was an allright decision and hopefully wouldn’t regret it in the future. What do you think? Had I done something foolish? Would you have made the same decision if you were in my situation? Do leave a comment or send me an email, I’m always happy to hear different opinions.</div>Jeffrey Siahttp://www.blogger.com/profile/01852913338265640993noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-80055472182738074202013-03-04T20:30:00.002+11:002013-03-04T20:34:41.584+11:00P/B Ratio<br /><div class="MsoNoSpacing" style="text-align: justify;">Hey there</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">So as promised, today I’m going to write a bit about what I know on price to book ratio (P/B ratio). Much like P/E ratio, P/B ratio is an indicator that can be used by value investors to signal if a company is under or overvalued. Also like the P/E ratio, it should not be used alone to judge a value of a company, if a low P/B ratio consistently points us to an undervalued company, we’ll all be rich.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">To calculate the P/B ratio you divide the price per share by the book value of the equity:</div><div class="MsoNoSpacing" style="text-align: justify;">P/B ratio = Price per share/Book Value</div><div class="MsoNoSpacing" style="text-align: justify;">Book value is the company’s assets minus its liabilities.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">So from that formula, we can say that the P/B ratio compares the current market valuation of a company to the value of the company’s assets. A P/B ratio of less or equal to 3 typically interests value inventors because it could mean that the stock is selling at a discount to its fair value.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">A company’s P/B ratio can be calculated including or excluding its intangible assets and goodwill. A P/B ratio calculated without intangible assets and goodwill should technically be called price to tangible book value.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Personally, I like to look at the price to tangible book value to get an idea of what might happen if the company that I'm deciding to invest in goes bankrupt. Obviously when a company goes bankrupt, one of the things they can do is to break up the company into little packages and sell off their assets in blocks to other people. By looking at the P/B ratio I sorta get an idea of how much of a premium above the company’s assets I’m paying.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Thanks for reading, hope you’ve learnt something from the post. Is the P/B ratio one of your&nbsp;favorite&nbsp;indicators? Or you don’t even look at it. Do leave a comment or send me an email if you have anything to add. Next week I’ll write about my first trade in 2013. Have a great week!</div>Jeffrey Siahttp://www.blogger.com/profile/01852913338265640993noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-69232292817976355112013-02-25T20:54:00.000+11:002013-02-25T20:54:43.905+11:00Negative Interest Rates<div style="text-align: justify;">First of all, sorry for being one day late. I was in Sydney for Soundwave yesterday and did not have access to a computer. Secondly, today's post will not be about P/B ratios. I'll write about them next Sunday :P</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">So about a week ago I was having a lovely conversation with a friend, we got along quite well and our conversation seemed to flow seamlessly from one topic to another. So for some reason we ended up talking a bit about Japan, about their economy and mentioned something about negative interest rates. It is something that I’ve heard about but never really did any research on. So after the conversation I’ve decided to so some homework and study a bit about interest rates.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Basically interest rate is the rate that is paid by borrowers to borrow money from a lender. So if I lend you 100 dollars and say you have to pay me back 110 in 6 months, the interest rate would be 10/100 x 100 or 10%. Interest rate targets are set by central banks or reserve banks to try (I emphasized ‘try’) and deal with things like investments, be it in businesses or shares, inflation and unemployment.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Generally, interest rates are reduced to encourage investments and consumption. This makes sense because if interest rates are low, it becomes a disincentive to hold cash. If you have cash that is making you 2%, why not put it in a company that could earn you 5% in dividends and potentially more in capital gains. Low interest rates also give people access to cheap money. So it means I can borrow more money because interest rates are low, I only have to make a small amount from that money to cover my cost. As you can imagine, this theoretically can stimulate the economy a bit and when there is more money around, things start to become more expensive, i.e. inflation. Then the central banks will increase the interest rate targets to try and catch up with inflation, encourage people to save more cash and make it more expensive to borrow money.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">There are two main types of interest rates; real and nominal interest rates.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Nominal interest rate is the amount of interest payable so like before, if you make a deposit of 100 dollars and get 110 at the end of the year, the nominal interest rate would be 10/100 x 100 or 10%.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Real interest rate tells us the purchasing power of the interest because it takes into account inflation. So if you make 10% interest from your deposit but prices of food went up by 10% in that same year, your purchasing power did not actually increase and your real interest rate would be 0%.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">So back to Japan and negative interest rates. From the very little reading that I’ve done, negative nominal interest rates are a very very rare occasion. Whereas negative real interest rates are a lot more common. You can imagine if the interest rate is close to zero say 1% and inflation for the year is 2% a -1% real interest rate is quite easy to imagine, you don’t actually lose money by putting your money in your bank, you lose buying power (which is sorta the same thing at the end of the day).</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">However can you imagine actually having negative nominal interest rates? Meaning if you deposit money in a bank, you’ll get less out when you withdraw it. Something like this happened before in Sweden back in 2007 when Sweden’s central bank, Riksbank, reduced its interest rate to -0.25%, requiring banks to pay that amount on the money that they have deposited in the central bank.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Something like this has also happened in Japan for a short while when investors who bought short-term Japanese Government bills made negative yields. (Keep in mind we’re talking about central banks and government bonds, we’re not talking about consumer banks, I cant imagine what’ll happen if consumer interest rates ever become negative.)</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">I think it is fascinating and a bit scary that things can get so bad that you’d rather lose money by holding cash than put money into other investment vehicles like properties and shares to avoid the risk of losing more. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Thanks for reading, feel free to drop me an email or leave a comment if you anything to add, correct or clarify about the post.</div>Jeffrey Siahttp://www.blogger.com/profile/01852913338265640993noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-24235855156853914252013-02-17T13:20:00.001+11:002013-02-17T13:20:38.420+11:00P/E Ratios<br /><div class="MsoNoSpacing" style="text-align: justify;">Hey there,</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Today I’m going to be focusing on this part of the key measures</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="http://3.bp.blogspot.com/-QaY_HZFdm3Y/USA934KqaFI/AAAAAAAAAmo/qjMcwx4B1hA/s1600/Capture.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-QaY_HZFdm3Y/USA934KqaFI/AAAAAAAAAmo/qjMcwx4B1hA/s1600/Capture.JPG" height="151" width="320" /></a></div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">So first of all, I have to say I am not sure what the aspect earnings model is. So if anyone would like to shed some light on that, please please please post a comment or send me an email. Otherwise I’ll spend a bit more time doing some research and trying to find out what it means.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">P/E Ratio or price to earnings ratio is quite simple to understand I think. Basically it is the company’s current share price compared to the company’s earnings per share. So in other words it is:</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Market Value per Share/Earnings per share (EPS)</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Say company XYZ’s current market value is 20 dollars and the earnings per share is 2 dollars the P/E ratio would be 20/2 or 10. The math is very simple but what you make of it is a different story I guess.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Some people look at the P/E ratio as a marker of value and some look at it as a marker of future growth. So a low P/E ratio 0-10 can mean that the company is undervalued or the company’s earnings are thought to be in decline. A P/E ratio of 10-17 is usually considered fair value and a company with a higher P/E ratio say 17-25 can be considered to be overpriced or have a lot of potential for growth.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">It is always important to compare company’s P/E ratios within their relevant sectors. For example, mining companies that are still exploring may have a very high P/E ratio and when they find something their P/E ratio might go even higher. Does this mean that the company is overvalued? I’m not sure. But I know it can also mean that the company has found something, is working on extracting it and will eventually (hopefully) earn some money from it. In this case, the high P/E ratio can be normal and is more reflective of the company’s future earning potential.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">On the other hand, if we were talking about a bluechip supermarket company, some people might view the P/E ratio as an indicator of its current value. If the earnings per share is 2 dollars and the current market value of the share is 50, that gives you a P/E ratio of 25 which can be considered high. If one day the supermarket is found to be selling chicken infected with salmonella, an overreaction from the market could push the share price down to 20 dollars, bringing the P/E ratio down to 10. Now if the company is unlikely to go bankrupt from this event, and you think that they will eventually go back to normal you can say that the company is currently undervalued and can buy some shares in them.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">Another way to look at this P/E ratio is the long term average. Say a company is earning 2 dollars per share and it’s long term average P/E ratio is 15. If it is trading at P/E of 10 ($20) for whatever reason, and you anticipate the prices to rebound to its long term average of 15, it will be a good idea to buy because a P/E of 15 would mean that the market value of the share will be 30 dollars.</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">I think the most important thing of all is to not judge a stock/company purely based on the P/E ratio. Always remember to look at everything else. Look at the company’s website, etc. So is P/E ratio something that you always look at before buying into a company?</div><div class="MsoNoSpacing" style="text-align: justify;"><br /></div><div class="MsoNoSpacing" style="text-align: justify;">I hope this post has been helpful. Next week, P/B ratio.</div>Jeffrey Siahttp://www.blogger.com/profile/01852913338265640993noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-4078290585996541272013-02-08T11:48:00.001+11:002013-02-10T17:12:19.051+11:00First project of 2013<div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"><span class="NormalTextRun SCX54662772" style="background-color: inherit;">Hey there,</span></span><span class="EOP SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;">&nbsp;</span></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><br /></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"><span class="NormalTextRun SCX54662772" style="background-color: inherit;">It has been a long time.</span></span></div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><br /></div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"><span class="NormalTextRun SCX54662772" style="background-color: inherit;">Since my last post, I've finished medical school, accepted a job offer in Canberra Hospital and received my first pay check, all of which went into my credit card because I had been living 3 weeks without any cash before that. I've more or less moved into a new house in Forrest, which is supposed to be a fancy suburb in Canberra. So things has changed quite a bit for me.</span></span><span class="EOP SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;">&nbsp;</span></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><br /></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"><span class="NormalTextRun SCX54662772" style="background-color: inherit;">I've decided that since things are starting to settle down and I wont have any more exams for the next two years, I should dedicate more time into investing and saving. As a result, I am going to do some revision on financial statements, balance sheets</span></span><span class="TextRun SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"><span class="NormalTextRun SCX54662772" style="background-color: inherit;"> and key indicators.</span></span><span class="EOP SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;">&nbsp;</span></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><br /></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"><span class="NormalTextRun SCX54662772" style="background-color: inherit;">Below are examples of how they look like.</span></span><span class="EOP SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;">&nbsp;</span></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><br /></div></div><div class="separator" style="clear: both; text-align: center;"></div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;"><span class="TextRun SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"><span class="NormalTextRun SCX54662772" style="background-color: inherit;"></span></span><span class="EOP SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"> </span></div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;"></div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;"></div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;"><img alt="" height="391" 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" width="400" /></div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;"></div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;">Key Indicators of Greencross Limited extracted from ComSec</div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;"><br /></div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;"><img alt="" height="262" 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" 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" 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" width="400" /></div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;">&nbsp;Financial Statements of Greencross Limited extracted from ComSec</div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;"><br /></div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;"><img alt="" height="143" 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" width="400" />&nbsp;</div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;">Balance Sheet of Greencross Limited extracted form ComSec </div><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; height: auto; margin-left: 1em; margin-right: 1em; text-indent: 0px; vertical-align: baseline; width: auto;"><br /></div><br /><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><br /></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"><span class="NormalTextRun SCX54662772" style="background-color: inherit;">Every Sunday starting from 17/2/2013 I will write a post about an indicator until every key indicator and heading in the financial statement and balance sheet</span></span><span class="TextRun SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"><span class="NormalTextRun SCX54662772" style="background-color: inherit;"> is covered.</span></span><span class="EOP SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;">&nbsp;</span></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><br /></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"><span class="NormalTextRun SCX54662772" style="background-color: inherit;">Thank you for reading!</span></span><span class="EOP SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;">&nbsp;</span></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><br /></div></div><div class="OutlineElement Ltr SCX54662772" style="margin-left: 0px; text-indent: 0px;"><div class="Paragraph SCX54662772" style="background-color: transparent; color: windowtext; font-family: 'Segoe UI',Tahoma,Verdana,'Sans-Serif'; font-size: 6pt; font-style: normal; font-weight: normal; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"><span class="NormalTextRun SCX54662772" style="background-color: inherit;"></span></span><span class="EOP SCX54662772" style="font-family: Calibri,Sans-Serif; font-size: 11pt; line-height: 18px;"> </span></div></div>Jeffrey Siahttp://www.blogger.com/profile/01852913338265640993noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-24940763293508917452012-07-12T21:27:00.000+10:002012-07-12T21:27:21.797+10:00Daily RoutineMy current routine:<br /><br />6.30am: Wake up<br />8.00am: Reach hospital and start ward rounds<br />12.00pm: Check the stock market on my phone<br />12.05pm: Continue ward rounds<br />5.00pm: Reach home*, check stock market's close and read news<br />6.00pm: Dinner, study medicine<br />12.00am: Sleep<br /><br />Repeat.<br /><br />*Subject to change; if reach home at 10.00pm, continue routine when home and forget sleep.<br /><br />... back to study ...<br /><br />Hope you had a&nbsp;pleasant&nbsp;day :)Jeffrey Sianoreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-116512468827147742012-05-03T22:49:00.001+10:002012-05-03T22:49:30.897+10:00Big Macs and EconomicsI read a very interesting article about Big Macs and economics a few days ago.<br /><br />If you have a few minutes, check this out, it is a good read.<br /><br />http://www.businessinsider.com/big-macs-are-a-great-tool-to-help-economists-measure-the-wealth-of-nations-2012-5Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-64415901682277082262011-12-31T21:46:00.002+11:002011-12-31T21:52:21.688+11:00Happy Trading in year 2012<div class="MsoNormal"><div style="text-align: justify;">Hey there,</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">It has been some time.</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">31 December 2011 the last day of the year. A day where we all sit down and reflect on how the year has passed. For some, a day where you get pissed drunk and wake up at some random place trying to figure where you left your underwear.</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">I passed 4th year of medicine and will be proceeding to my final year. If I pass this final year, 2 things change.&nbsp;</div><div style="text-align: justify;">1. I get the title Doctor instead of Mister</div></div><div class="MsoNormal"><div style="text-align: justify;">2. My personal credit rating suddenly becomes AAA+</div></div><div class="MsoNormal"><div style="text-align: justify;">Will I be at all ready to save lives? Probably not.</div></div><div class="MsoNormal"><div style="text-align: justify;">Will I be any better at withdrawing blood? Probably slightly better than I was in 1st year.</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">2011 has been a hectic year for the markets. That plus the crazy 4th year medical school workload meant that I had lost time to properly study and nurture my interest in trading and investing. A crazy semester in surgery and medicine meant that I had greatly neglected this blog and sometimes half heartedly type a post, for that I sincerely apologize.</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">This day a year ago, the ASX S&amp;P 200 was at about 4600 points, now it is below 4100. The S&amp;P 500 closed almost exactly where it started a year ago. Not a very good year for investors but an excellent year for traders, providing you are on the right side.</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">It is not hard to find news articles or commentaries by leading economists predicting that 2012 will be worst than 2011. With Euro looking more and more messy to say the least, growth in most countries slowing down, and austerity policies after massive stimulus packages, it is not hard to agree with their predictions.</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">Anyhow, opportunities are everywhere if you look hard enough.</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">So even though economists predict a bleek outlook, I bid all of you</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">A very happy new year</div></div><div class="MsoNormal"><div style="text-align: justify;">and Happy Trading in year 2012</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /><br /><div class="MsoNormal" style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Facebook:&nbsp;<span class="Apple-style-span" style="background-color: white;"><a href="https://www.facebook.com/theunintelligentinvestor" style="color: #888888; text-decoration: none;">https://www.facebook.com/theunintelligentinvestor</a></span></div><div class="MsoNormal" style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><span class="Apple-style-span" style="background-color: white;">Twitter:&nbsp;<a href="https://twitter.com/#%21/Unintelinvestor" style="color: #888888; text-decoration: none;">https://twitter.com/#!/Unintelinvestor</a></span></div></div></div>Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-19394259548912508762011-11-03T20:16:00.000+11:002011-11-03T20:16:14.065+11:007600 dollar coffee pot<div class="MsoNormal" style="text-align: justify;">Hey there,</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">I was reading a book called The Darwin Economy by Robert H. Frank the book has been really interesting thus far but there is this particular part that I wanted to highlight.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">I guess in many countries, esp in my home country, Malaysia, people look at the government and might think how corrupted it must be. How much money must have been wasted in unnecessary spending. I remember when I was much younger, my mum pointed at a lamp post and asked me to guess how much it costs the government to erect one of those. I cant remember the number exactly but it was something vulgar. She then said, just imagine how much XYZ politician pocketed.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Anyways, this part of the book was talking about government spending. A man pointed out that the government should receive less tax dollars and less funding because of how inefficient they are at spending the money. He then quoted that the American Government paid 7600 dollars for a coffee pot and 640 dollars for toilet seats. I think those numbers then became ammunition for right wing people to campaign for tax cuts and so on.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">When I read that, I immediately though, what a complete waste of money? Yeah, thats pretty bad, government spending must be controlled.. etc. For some reason, that is just what we (or I) assume, there is this perception that government is slow and inefficient. Which is true to a certain extent I guess. Private corporations are more inclined to make faster decisions if it brings them greater profits.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">What I found interesting is what you find when the author digs deeper. That same guy who pointed out the expensive coffee pot and toilet seats also exchanged a few emails with someone that reads:</div><div class="MsoNormal" style="text-align: justify;">I was at Lockheed when the infamous coffee pot story surfaced.</div><blockquote class="tr_bq" style="text-align: justify;">Airplanes have two types of power: 28 volts, direct current; and 115 volts; alternating current, 400 Hz. The coffee pot had to be designed to run on the 400 Hz power, which made it completely different from your kitchen version. 400 Hz is used because it makes motors and things smaller and lighter than 60 Hz versions. The lifetime cost of every pound of airplane weight is enormous, given that fuel must be provided to carry it everywhere for 40 years or so. So this is a sensible economic decision. The next thing to remember is that the C5 (airplane in question) total production run is only about 120 units, so development costs have little in the denominator. Finally everything on an airplane must be tested to be sure it will work under military conditions and wont start a fire or something. These tests usually include MIL STD 810 Environmental Testing. This includes shock, vibration, high/low temp, and so on.</blockquote><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">So now with the explanation that the coffee pots are specially designed for military plane use, does the spending make more sense? Naturally for me, the next question that popped in my head was, why cant the military just use instant coffee while airborne?</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">But I thats not the point of this post. I’m just typing this out to remind us that things are not always what they seemed. Some things can look completely stupid at first but when you give it some time and think about it, it might actually turn out to be the rational thing to do, vice versa.</div>Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-19595323784473018912011-10-04T19:44:00.004+11:002011-10-04T19:52:38.033+11:00Medical Long Case Passed<div style="text-align: justify;">Finally! Pass my long case.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Spent the last 6 weeks in endocrinology</div><div style="text-align: justify;">Had the labour day long weekend and basically spent the 3 days studying non stop.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">It then all came down to 1 hour with a patient,</div><div style="text-align: justify;">20 min of prep time</div><div style="text-align: justify;">5 min of case presentation</div><div style="text-align: justify;">15 min of grilling by a consultant.</div><div style="text-align: justify;">5 min feedback.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">and......... I PASSED!</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">it was definitely one of the most stressful 3 days of my life. Which was followed by a very very intense 2 hours. Glad its all over, now I get 2 days to complete an assignment and the next 6 week rotation which will end with another stressful-intense long case starts.... FML. the life of a medical student, we just love putting ourselves thru stressful situations over and over again.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Anyway, how have you all been? A new post will be coming your way very soon!</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Thanks for being so patient.</div>Jeffrey Sianoreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-41004490684482521692011-09-22T21:49:00.000+10:002011-09-22T21:49:33.687+10:00Books for sale!Hey there,<br /><br />Someone awesome has decided to give me an Amazon Kindle as a gift and it is an amazing machine if you as much of a nerd as I am. If I'm not reading one of my medical textbooks, I'm reading a novel or Time magazine, or the news or a book about investing and finance.<br /><br />Owning an Amazon Kindle means I no longer need my physical books so, take a look at my library, shoot me an email or comment and we can come up with a price (which probably will be dirt cheap). I'll give it a few weeks before I put them up on ebay. My readers get priority over random people on ebay of course :)<br /><br />Cheers!<br /><br />Enjoy your evening.Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com2tag:blogger.com,1999:blog-9156076773126054686.post-36796553286027171952011-09-18T22:13:00.001+10:002011-09-18T22:17:34.491+10:00Clinical Judgement<div class="MsoNormal"><div style="text-align: justify;">Hey there<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">In medicine, we like to give fancy names to very ordinary things. For example:<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">Pyrexia = fever<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;">Polydipsia = thirst<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;">Myalgia = muscle pain<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;">Tinitus = ringing sound in ears<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;">Physiological = normal<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;">Gynaecomastia = man boobs<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;">Hirsutism = female moustache <o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;">Idiopathic = we have no fucking idea what is causing it<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">One more term we use is clinical judgement it means, putting the patient’s story and investigations together, making sense of it and trying to come up with a diagnosis and treatment. A lot of the times, it actually means gut feeling, or hunch.<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">A few days ago I witnessed this first hand. A lady came in with swelling of the neck and no fever. I thought I was a fairly straight forward case and that she was crying because she was over anxious of the situation. I could not make out if her pain was real of if she was just her hyperventilation causing some neurological symptoms.<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">However, even though she had no signs that she was in serious trouble besides a swollen neck, the consultant used his “clinical judgement” and decided to admit the patient. She ended up growing alpha-haemologic streptococcus in her blood, meaning that she is septic (infection spread to blood and thus, the whole body) and had mediastenitis (infection spread to the mediastinum or sternum and heart and tissues surrounding the area). Within 3 days of admission, she was in bad bad condition, required an urgent CT scan, got transferred to the ICU and is now under the care of the surgeons.<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">I have no idea if she is now ok or not but I’ll try to find out when I go back to hospital on Monday. If the consultant hadn’t followed his “clinical judgement” she might had been sent home and probably passed on.<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">This is why he is the consultant and I’m the student. I’m obviously not half as competent and experienced as he is. What I thought was a simple case of throat infection, he thought was life threatening and very well could have saved this lady’s life.<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">I think this applies greatly to the world of investing as well. It takes years of education and experience to develop an astute clinical judgement. We can use all the indicators and read all the reports in the world but at the end of the day, it is up to you to make sense of the information available to you and make an informed decision.<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">Another thing that happened was that as soon as the consultant saw the CT scan and a more life threatening diagnosis was considered, he analysed his thought process and tried finding what he could have done better and what he did well. He later said to me, that if it happened again, he probably would have done it the same but pushed for the urgent CT scan harder instead of worrying about radiation exposure which was a completely reasonable consideration.<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">I guess the only way to develop a good clinical judgement both in investing and in medicine is to get more exposure. More experience and knowledge will hopefully translate into good decision making.<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">Hope you all have been well! Thanks for reading. As usual, I always appreciate emails and comments.<o:p></o:p></div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"></span></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Facebook:</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">&nbsp;</span></span><span class="Apple-style-span" style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><a href="https://www.facebook.com/theunintelligentinvestor" style="color: #888888; text-decoration: none;">https://www.facebook.com/theunintelligentinvestor</a></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Twitter:</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">&nbsp;</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><a href="https://twitter.com/#%21/Unintelinvestor" style="color: #888888; text-decoration: none;">https://twitter.com/#!/Unintelinvestor</a></span></span></div>Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com2tag:blogger.com,1999:blog-9156076773126054686.post-85720034973293073632011-09-07T22:00:00.002+10:002011-09-07T22:07:54.496+10:00Integrity, Intelligence and Energy<p class="MsoNormal" style="text-align: justify;">Hey there,</p> <p class="MsoNormal" style="text-align: justify;">I was doing some work today and decided that I needed a break, so where else but to go onto YouTube and waste some time. I watched a couple of Warren Buffet’s interviews (yeah I’m that much of a nerd, using study break time to watch interviews). He said one of his friends from Omaha said that when hiring people, he looks for 3 things: integrity, intelligence and energy. He said that if a person does not have the first two, the latter two would kill them because if they don’t have integrity, you want them to be dumb and lazy instead of smart and energetic. Being intelligent and having energy is not enough, integrity plays an important role in keeping you on the straight line. </p> <p class="MsoNormal" style="text-align: justify;">He was talking to some Harvard MBA students, I think, and as the talk went on, he asked the students to look around the room at their colleagues. Identify one person that you would buy a 10% stake in their lives. If we had a choice of buying 10% of our colleague’s life for the rest of their life who will it be? Once you’ve identified that, write out their attributes that made you come to your decision. A lot of the time, it will not be because they are smart, or because they are a top scorer, it would most likely be because you can relate to them. Or you trust that they have what it takes to succeed. Make a list and strive to gain those attributes.</p> <p class="MsoNormal" style="text-align: justify;">He said, Benjamin Graham did the same time back in the days. He identified people that he admired and that he wanted to be admired as well. So he identified what qualities made them admirable. What he found surprising was that those attributes are quite easily achieved.</p> <p class="MsoNormal" style="text-align: justify;">Once you’re identified qualities that you like to have, make them a habit because in time, you’re realise that you’ll be the one who you want to own 10% in and the beauty of it is that you already own 100% of yourself.</p><p class="MsoNormal" style="text-align: justify;">After you’ve done that, identify somebody you would short sell 10% of their lives. Identify their attributes that made you come to that conclusion and avoid having those attributes.</p> <p class="MsoNormal" style="text-align: justify;">Warren Buffet spent hours of his day learning how to invest and thoroughly analysing companies. His dedication and desire I’ll say is what 95% of the population do not have. Most people, like myself, would rather use our time on Facebook or YouTube.</p> <p class="MsoNormal" style="text-align: justify;">So yeah, long story short, have integrity, be smart and energetic and strive to have good qualities so that you would love to invest in yourself.</p><p class="MsoNormal"><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; background-color: rgb(255, 255, 255); "></span></p><p class="MsoNormal" style="text-align: justify; "><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; background-color: rgb(255, 255, 255); "><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; ">Facebook:</span><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; "> </span></span><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; background-color: rgb(255, 255, 255); "><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; "><a href="https://www.facebook.com/theunintelligentinvestor" style="text-decoration: none; color: rgb(136, 136, 136); ">https://www.facebook.com/theunintelligentinvestor</a></span></span></p><p class="MsoNormal" style="text-align: justify; "><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; background-color: rgb(255, 255, 255); "><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; ">Twitter:</span><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; "> </span><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; "><a href="https://twitter.com/#%21/Unintelinvestor" style="text-decoration: none; color: rgb(136, 136, 136); ">https://twitter.com/#!/Unintelinvestor</a></span></span></p><p></p>Jeffrey Sianoreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-82504096019266346482011-08-16T17:28:00.000+10:002011-08-16T17:28:23.583+10:00Welcome Back!<br /><div class="MsoNormal" style="text-align: justify;">Hey there,</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">As some of you might know that I went to New Zealand for about a week and a half for holidays. It was amazing to say the least. New Zealand is a beautiful country. It was as if it did not matter where I was, I could pull out the camera, take a shot and it would turn out good. Photographers cannot go wrong there. So thats a business advice, if you want amazing pictures of sceneries and you are a photographer, go to New Zealand lol.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">I was doing some shopping at Kathmandu in Queenstown to prepare for a hike at the Routeburn Trail and I came across this.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-49UCYVQk6_k/TkobTKiOLuI/AAAAAAAAAEk/1yrqw2GTEco/s1600/IMG_0928.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://2.bp.blogspot.com/-49UCYVQk6_k/TkobTKiOLuI/AAAAAAAAAEk/1yrqw2GTEco/s320/IMG_0928.JPG" width="320" /></a></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">If you look closely, the bottles on the left has a tag on it that says BPA free and the ones on the right does not, in fact every other bottle that Kathmandu sells has a tag saying BPA free besides these ones on the right which costed 15 dollars. The ones on the left costed over 25 dollars. Apparently, BPA is a chemical that is in some plastic bottles and it toxic to us. </div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">So the assumption I made was that these cheap water bottles contains this BPA chemical and must be bad for me. So should I buy the more expensive bottles? While I was there, I thought maybe these plastic bottles that are BPA free contains some other chemical, so should I invest in a stainless steel bottle that costed over 50 dollars? </div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">See I almost fell for this very clever trick. I decided to ask the sales person what BPA was and if the 15 dollar bottles contained them. I also wanted to ask if BPA was so toxic why sell bottles with BPA? His answer to me was none of their bottle contains this BPA chemical and was safe to use. Sweet, I thought. I paid 15 dollars and got 2 bottles. I later found out that 3 litres of water was too much to carry on a 2 day hike.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">I sure there is a marketing term for what Kathmandu did. Does anybody know? Please do send me an email or drop a comment if you know so that I can share it. I think Coles did it a few months ago as well. They had labels on their chicken saying that all their chicken were hormone free when in fact all chicken sold in Australia was free of hormones. So in a sense they are not telling a lie but the way the word and sell the products makes it seem one is superior to another when in fact they are not.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">So drop me an email or a comment. It is great to be back. Look forward to hearing from you guys!</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Uh if you wanna see some pictures I took from New Zealand, below are the links to my facebook albums.</div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px;"><a href="https://www.facebook.com/media/set/?set=a.10150267798254592.356132.798249591&amp;l=152e54cb4d&amp;type=1">https://www.facebook.com/media/set/?set=a.10150267798254592.356132.798249591&amp;l=152e54cb4d&amp;type=1</a></span></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px;"><a href="https://www.facebook.com/media/set/?set=a.10150284244634592.361533.798249591&amp;l=5560ea6587&amp;type=1">https://www.facebook.com/media/set/?set=a.10150284244634592.361533.798249591&amp;l=5560ea6587&amp;type=1</a></span></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Next post Thursday!</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"></span></div><div style="text-align: justify;"><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Facebook:</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">&nbsp;</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><a href="https://www.facebook.com/theunintelligentinvestor" style="color: #888888; text-decoration: none;">https://www.facebook.com/theunintelligentinvestor</a></span></div><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Twitter:</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">&nbsp;</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><a href="https://twitter.com/#%21/Unintelinvestor" style="color: #888888; text-decoration: none;">https://twitter.com/#!/Unintelinvestor</a></span><br />Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-847334837268599052011-08-07T20:48:00.001+10:002011-08-07T20:48:37.483+10:00New Zealand pictures!Hey there,<br /><br />I thought since I havent posted for a while I should share my facebook pictures of New Zealand!<br /><br />Heres the link<br /><br /><a href="https://www.facebook.com/media/set/?set=a.10150267798254592.356132.798249591&amp;l=152e54cb4d&amp;type=1">https://www.facebook.com/media/set/?set=a.10150267798254592.356132.798249591&amp;l=152e54cb4d&amp;type=1</a><br /><br />Hope you enjoy them as much as I enjoyed taking them!Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-43642311109087512922011-08-02T20:23:00.002+10:002011-08-02T20:23:49.144+10:00US Debt Deal?<div class="MsoNormal">Hey there<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">I’ll be flying off to New Zealand for 1 and a half weeks tomorrow morning. So I’ve been busy packing and making sure I have the things I need for the 3 day Routeburn track. Whilst I’m gone I probably wouldn’t be able to type posts regularly so I’ll type and update whenever I find the time to.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">In the meantime, the USA have finally approved the debt deal that allows USA to not default on its debt. I haven’t read articles on it thoroughly yet so I’m going to cheat. Do any of you know what the implications are and what it is all about briefly? Leave me a comment or send me an email I would love to read and see what you think. I only have a very general idea of what it’s all about.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Thanks for coming back guys. Postings will be back to usual as soon as possible I hope.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Enjoy your day and I’ll enjoy New Zealand!<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"></span></div><div style="text-align: justify;"><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Facebook:</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">&nbsp;</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><a href="https://www.facebook.com/theunintelligentinvestor" style="color: #888888; text-decoration: none;">https://www.facebook.com/theunintelligentinvestor</a></span></div><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Twitter:</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">&nbsp;</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><a href="https://twitter.com/#%21/Unintelinvestor" style="color: #888888; text-decoration: none;">https://twitter.com/#!/Unintelinvestor</a></span>Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-79901991756663982772011-07-29T00:24:00.001+10:002011-07-29T00:25:34.111+10:00Stop Complaining<p class="MsoNormal">Hey there,</p><p class="MsoNormal">A big problem in life is when you are not able to enjoy your citizenship.</p> <p class="MsoNormal">You’re limited.</p> <p class="MsoNormal">It is not good for a person.</p> <p class="MsoNormal">Says one of the refugees in Kenya on another episode of Go Back to Where You Came From.</p> <p class="MsoNormal"><br /></p><p class="MsoNormal">His daughter wants to be a teacher, another an engineer and his son, a doctor.</p> <p class="MsoNormal">I have the opportunity to study medicine. I am lucky enough that my parents are able to loan me some money to invest with. These people survive, every day that they stay alive is a victory.</p> <p class="MsoNormal">So why the heck are we complaining?</p> <p class="MsoNormal">We’ve got opportunities all around us. It is up to us to sit on our asses or to grab them as they come.</p><p class="MsoNormal"><br /></p><p class="MsoNormal"><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16px; "></span></p><div class="post-body entry-content" id="post-body-2381023218769380690" style="width: 540px; font-size: 13px; line-height: 1.4; position: relative; "><div style="text-align: justify; "><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; ">Facebook:</span><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; "> </span><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; "><a href="https://www.facebook.com/theunintelligentinvestor" style="text-decoration: none; color: rgb(136, 136, 136); ">https://www.facebook.com/theunintelligentinvestor</a></span></div><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; ">Twitter:</span><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; "> </span><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; "><a href="https://twitter.com/#%21/Unintelinvestor" style="text-decoration: none; color: rgb(136, 136, 136); ">https://twitter.com/#!/Unintelinvestor</a></span></div><p></p>Jeffrey Sianoreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-23810232187693806902011-07-26T21:49:00.000+10:002011-07-26T21:49:37.187+10:00Lack of Insight<div class="MsoNormal" style="text-align: justify;">Hey there,</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Finally found some time to watch Go Back to Where You Came From, a SBS documentary about a social experiment, sending a few Australians on a trip to let them experience how it is like to be asylum seekers coming to Australia. It was released on TV quite some time ago but it was during my exam period so I didnt manage to find the time to watch it. Even today, I only got to watch 1 episode of the 4 part series.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span style="mso-spacerun: yes;">&nbsp;</span>I know the population in that show is not representative of the Australian population but wow. Wow. Wow. I lack the word to describe the lack of perspective some of these people have. I often joke around with my Australian friends about how some of them just do not have perspective on how bad some things are and how some of the things that they worry about are so trivial. I sometimes laugh with friends when watching the news because of some of the stories the report. One that comes to mind is when politicians made a big deal out of the car that was given to Minister Kevin Rudd. They were worried that it was considered to be bribery. I lol-ed at that because I came from a place where bribery was embedded in the culture.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">It is all relative I guess, if you grew up in a place where everybody is safe and you had proper education, cows being slaughtered “inhumanely” (assuming there is a humane way to kill animals) is a horrible horrible tragedy. However, if you grew up in a place where you can be shot dead because of your race or because you talked to an American soldier, getting on a boat with the hope of finding freedom is not that bad. I am flabbergasted that some of them did not thought that way and are adamant that getting on a boat to seek refuge is a stupid decision to make.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Some of the people in the show make me wonder if they have ever picked up the news papers or watched the news. I think you would have more of an understanding of things that happens around our world compared to these people if you had watched news for 10 minute or read the 10% of the papers fortnightly.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">The insight that some of these people have reminds me of the insight that my 81 year old patient with vascular dementia, a pacemaker and brain surgery or the 85 year old lady sitting across her with a non-dominant stroke have. The former thinks its January and the latter thinks she is in the 1950s and that she is in a shopping center. At least she knows that she is not at home.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Anyways, yeah, I know that by no means I am very in touch with current affairs. I have a lot of reading to do to be up to date and these people gave me a very very good reason to never stop learning and reading.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">I guess you do not need to have&nbsp;Alzheimer's&nbsp;or schizophrenia to lose insight. All you need is to stop educating yourself.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Thanks for reading, do leave comments or drop me emails. I always enjoy reading your opinion.</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Cheers, </div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Next post Thursday</div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal"></div><div style="text-align: justify;"><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Facebook:</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">&nbsp;</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><a href="https://www.facebook.com/theunintelligentinvestor" style="color: #888888; text-decoration: none;">https://www.facebook.com/theunintelligentinvestor</a></span></div><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Twitter:</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">&nbsp;</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><a href="https://twitter.com/#%21/Unintelinvestor" style="color: #888888; text-decoration: none;">https://twitter.com/#!/Unintelinvestor</a></span>Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-26157204088957863352011-07-21T22:45:00.001+10:002011-07-21T22:46:25.659+10:0050% discount! ... not ...<div class="MsoNormal">Hey there,</div><div class="MsoNormal"><br /></div><div class="MsoNormal"><div style="text-align: justify;">I dropped my mum off at the airport in Sydney this morning then immediately drove back to hospital in Newcastle. Made it half an hour late but oh well. A few days ago, we were up in the blue mountains and this is what we saw...</div><br /></div><div class="MsoNormal"><span id="goog_1553982571"></span><span id="goog_1553982572"></span></div><div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-EYAih6HIGXY/TigdojzYfaI/AAAAAAAAAEY/2zg9FOo_S1Y/s1600/IMG_0302.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://4.bp.blogspot.com/-EYAih6HIGXY/TigdojzYfaI/AAAAAAAAAEY/2zg9FOo_S1Y/s320/IMG_0302.JPG" width="320" /></a></div><div style="text-align: center;">A whole lot of fog.</div></div><div class="MsoNormal"><div style="text-align: center;">&nbsp;However, we were also lucky enough to see this.</div></div><div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-LO9Oi4jXV2Q/Tigdt49nnbI/AAAAAAAAAEc/_-56P3O3CGU/s1600/IMG_0349.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://4.bp.blogspot.com/-LO9Oi4jXV2Q/Tigdt49nnbI/AAAAAAAAAEc/_-56P3O3CGU/s320/IMG_0349.JPG" width="320" /></a></div></div><div class="MsoNormal"><div style="text-align: center;">And another thing that caught my eye was this.</div></div><div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-uNO5qLLGLI4/Tigdyxwlr8I/AAAAAAAAAEg/JjFZy4IzRAk/s1600/IMG_0235.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://3.bp.blogspot.com/-uNO5qLLGLI4/Tigdyxwlr8I/AAAAAAAAAEg/JjFZy4IzRAk/s320/IMG_0235.JPG" width="240" /></a></div><br /></div><div class="MsoNormal"><div style="text-align: justify;">50% discount. Permanently printed on the signboard. I’ve seen “discount” shops like this around Sydney as well.</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">My question is that if it is forever 50% discount, can it be considered a discount? Most shops just mark up the price by 50% then give you a 50% discount so that consumers get the perception that it is a bargain when in actual fact it is just normal price.</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">Once in Malaysia, there was a departmental store that had a promotion; for 10 minutes, you get an additional 20% for anything you can grab and pay for. Sounds good right? But if you visit the same departmental store in a different suburb, everything is marked down an additional 20% for the entire sale period. So in that 10 minute spending spree, they effectively got people to purchase things impulsively without hurting their margins. Clever.</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">This whole discount thing then brings me to another thing. Stimulus packages. To a certain extent, they help but if not careful, they can cause horrible horrible inflation. Think about it, if you give everybody 1000 dollars to buy a car, everybody is suddenly 1000 dollars richer and the car salesman knows that he can now charge you 1000 more for a car. If not 1000 dollars at least a few hundred dollars.</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">I know there are many different ways that stimulus packages are designed but what do you think about them? Do help boost a slow economy? Do they work? Or do they just cause inflation and do absolutely nothing for the economy. Do drop me comments or emails I look forward to reading them!</div></div><div class="MsoNormal"><div style="text-align: justify;"><br /></div></div><div class="MsoNormal"><div style="text-align: justify;">Next post Sunday.</div><div style="text-align: justify;"><br /></div><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Facebook:</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">&nbsp;</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><a href="https://www.facebook.com/theunintelligentinvestor" style="color: #888888; text-decoration: none;">https://www.facebook.com/theunintelligentinvestor</a></span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><br /></span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Twitter:</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">&nbsp;</span><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><a href="https://twitter.com/#%21/Unintelinvestor" style="color: #888888; text-decoration: none;">https://twitter.com/#!/Unintelinvestor</a></span></div>Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com3tag:blogger.com,1999:blog-9156076773126054686.post-28169024398164150352011-07-19T20:50:00.001+10:002011-07-19T20:53:06.650+10:00Financial Security<p class="MsoNormal" style="text-align: justify;">Hey there</p> <p class="MsoNormal" style="text-align: justify;">I had just started a rotation in geriatrics yesterday and it has been rather interesting. Much like paediatrics, the patients you interact with sometimes do no understand what you are talking about, they might be disorientated, delirious, they might not be able to speak or understand what you are saying. So like in paediatrics, you often have to rely on partners or family.</p> <p class="MsoNormal" style="text-align: justify;">I was sitting in a discharge meeting today. What happens is that the family and health professionals sit in a room and discuss what happens next to the patient upon discharge. On one side of the table, was the consultant, social worker, occupational therapist, 2 nurses and myself. On the other side, was the patient, her 2 daughters, a son in law, husband, interpreter and 2 representatives of the community carers. It reminded me of a board room meeting or a deposition or something. I didnt realised that a situation like that happened in medicine.</p> <p class="MsoNormal" style="text-align: justify;">They were discussing what the next step for the patient should be. If she should go to a nursing home or if going home was possible. When you put family members in the same room, you can come to expect some sorta conflict and conflict was what we got. To cut a long story short, they finally made a decision and it was a fair compromise.</p> <p class="MsoNormal" style="text-align: justify;">What struck me at first was that they needed a whole room of people to decide if she should go home. I came from Malaysia and you don’t have the privilege there, if you cannot afford healthcare privately, thats it. You have no opportunity to choose between home care of nursing home in the public system.</p> <p class="MsoNormal" style="text-align: justify;">Next was that they were deciding on something as simple as going home. Being young and fairly healthy, I cannot imagine they day when people have to decided if I get to go back to my own home or not. The thought of it is fairly scary, such a basic human right in the hands of your family members and a bunch of health professionals. A bulk of their problem was the insecurity the family felt in the whole situation. On top of that, the poor husband, if the patient’s children cannot spare some time to care for their mum, there will be a huge burden on the poor man.</p> <p class="MsoNormal" style="text-align: justify;">I guess thats part of my motivation to succeed financially in life. When I am old, and family cannot look after me, at least I can afford to pay for home care or private nurses. Security, afterall is what we all are after.</p> <p class="MsoNormal" style="text-align: justify;">Financial security...</p><p class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; ">Facebook: <a href="https://www.facebook.com/theunintelligentinvestor" style="text-decoration: none; color: rgb(136, 136, 136); ">https://www.facebook.com/theunintelligentinvestor</a><br />Twitter: <a href="https://twitter.com/#%21/Unintelinvestor" style="text-decoration: none; color: rgb(136, 136, 136); ">https://twitter.com/#!/Unintelinvestor</a></span></p>Jeffrey Sianoreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-39997333610258521982011-07-17T22:20:00.002+10:002011-07-17T22:22:54.252+10:00The Unintelligent Investor's Definition of the Week: Due Diligence<p class="MsoNormal" style="text-align: justify;">Due Diligence</p> <p class="MsoNormal" style="text-align: justify;">Oxford definition: Reasonable steps taken by a person to avoid committing a tort or offenceA comprehensive appraisal of a business undertaken by a prospective buyer, especially its assets and liabilities and evaluate its commercial potential.</p> <p class="MsoNormal" style="text-align: justify;">Unintelligent Investor’s explanation</p> <p class="MsoNormal" style="text-align: justify;">I haven’t used a made-up-on-the-spot analogy for some time so here is one lol. When you buy an apple, your due diligence will be you looking at its skin and pressing on it to see if it might still be fresh. Or you want to buy a bunch of grapes it might be a good idea to pick one and try it to see if it is sweet lol.</p> <p class="MsoNormal" style="text-align: justify;">When you perform due diligence on an investment, lets say a share, you look at its financial statements, the recommendations, the board of directors, look at the market depth, volume traded, last price, price of the share in the last x years, etc.</p> <p class="MsoNormal" style="text-align: justify;">We investigate or do an audit of our potential investment. It is a very important step essential in almost any purchase of assets. It refers to a reasonable care we should take before entering an agreement. What is “reasonable” might be different to different people tho.</p> <p class="MsoNormal" style="text-align: justify;">I am no accountant so analysing financial statements is not one of my best skills but I approach must companies with scepticism. I think being sceptical is an important part of due diligence. Some information we get from companies are skewed. So it is up to us to be sceptical and try and tease out what is actually going on. </p><p class="MsoNormal" style="text-align: justify;">What steps are involved in your due diligence? </p><p class="MsoNormal" style="text-align: justify;">Drop me a comment or send me an email. Discussions are always welcomed :)</p><p class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; ">Facebook: <a href="https://www.facebook.com/theunintelligentinvestor" style="text-decoration: none; color: rgb(136, 136, 136); ">https://www.facebook.com/theunintelligentinvestor</a><br />Twitter: <a href="https://twitter.com/#%21/Unintelinvestor" style="text-decoration: none; color: rgb(136, 136, 136); ">https://twitter.com/#!/Unintelinvestor</a></span></p>Jeffrey Sianoreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-73341989549225586852011-07-15T01:46:00.001+10:002011-07-15T02:00:26.708+10:00Guilty as Charged<div class="MsoNormal" style="text-align: justify;">Hey there<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Yes I’m still sick and my mum is still here in Australia and I haven’t sorted out my semester yet. Heck I don’t even know where I’m supposed to turn up next week. But oh well I’ll get there.<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Anyway I’m in Sydney at the moment and I’ll be heading up to the Blue Mountains tomorrow for some jungle trekking and caving. So I was driving and I realised that I didn’t have my wallet with me. That means no ID, no licence, no money, and no credit cards. All of a sudden I started driving very very cautiously. Never went over the speed limit, never overtook unnecessarily, brake as soon as the lights turned amber, and felt my heart rate sky rocket everytime I see a police car. Driving patterns that were so normal suddenly looked so risky.<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">I’m sure many of you experienced this before. It is quite funny really.<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Like when you haven’t done your work and the teacher starts asking questions so you curl up a little in your seat<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;">Or when you walk pass the discipline teacher and he calls out your name, you immediately assume you did something wrong.<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;">Or when you know somebody is watching, you pay extra attention to how you walk hoping that you don’t trip and fall.<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">I will not be getting my wallet back until Sunday when I go back up to Newcastle but trust me as soon as I get it back my driving patterns will immediately go back to normal i.e. I might not slow down when the lights turn amber, I might go a bit over the limit to overtake the car ahead, my heart rate will remain similar when I drive pass a police car. I’ll immediately go back to the level or risk I was taking before.<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">I find it interesting because the amount of risk we take really really depends on how much exposure we actually have. Even though we are not really doing anything wrong, we are extra cautious when we know the consequence is something like public humiliation (tripping on stage).<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">So if we take unnecessary risk from time to time because we are partially protected from the consequences, how can we expect banks to do any different? Banks sometimes take unnecessarily high amounts of risk because it is not their money to lose. If they make money, it is good for them, if not, just as well - moral hazard. Think about that when you wanna invest in a fund.<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">So when was the last time something like this happened to you? When was the last time you were extra conscious of what you are doing because you were worried of what people might think? What do you think about leaving your old car unlocked by the most dangerous street in your suburb so that it can be stolen and you can claim money from the insurance? Do leave me comments or send me an email. I enjoy reading your feedback and I’ll respond to them.<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;">Next post Sunday!<o:p></o:p></div><div class="MsoNormal" style="text-align: justify;"><br /></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Facebook:&nbsp;<a href="https://www.facebook.com/theunintelligentinvestor" style="color: #888888; text-decoration: none;">https://www.facebook.com/theunintelligentinvestor</a><br />Twitter:&nbsp;<a href="https://twitter.com/#%21/Unintelinvestor" style="color: #888888; text-decoration: none;">https://twitter.com/#!/Unintelinvestor</a></span></div>Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com2tag:blogger.com,1999:blog-9156076773126054686.post-26255074267402035672011-07-13T18:22:00.003+10:002011-07-13T18:50:47.034+10:00Of Train Conductors and Fish Heads<div style="text-align: justify;">Hey there</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Sorry for missing both Sunday and yesterday’s posts.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">I have been packing and travelling around a lot after convention, on top of that I have terrible tonsillitis and my mum is here in Australia so I gotta show her around as well. I was flat out yesterday and didnt even sleep well. It sucks being sick lol.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">So I just got back home from meeting some friends after the hospital and finally found some time to have a breather while my mum is cooking dinner.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Something that I thought was quite funny happened a few days ago. My mum wanted to go to the Sydney fish markets so I brought her there. The easier way to get there is by tram so when I got onto the tram, the guy selling the ticket looked at me, my mum and my sister and asked with an Indian accent, “Star City?” (Star City is the casino in Sydney for those of you who do not know). I smiled and shook my head and he went “ahhhhhh, fish market”. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">I then looked around and sure enough 90% of the people there were Asians and when we got to the Star City station, 90% of them went off, the remaining 10% got off at fish markets just in case you were wondering. So if that guy were to bet 1 dollar for everytime he asked an Asian if he or she was getting off at Star City, he would be pretty rich lol.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Anyway at the fish markets, my mum got pretty excited at the salmon fish heads. They were selling them for 3 dollars per kilo. My mum bought 2 kilo’s worth. In Malaysia, you can only get half a head at the same price. One man’s trash is another’s treasure? Probably where arbitrage trading comes in play lol.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Anyway this is just a very casual post, I seriously need to rest and have a nice break and look forward to starting at the hospital at 7a.m. tomorrow. Y.a.y.....</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Thanks for reading! I promise postings will get back to normal as soon as I pull my life back together.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Anyways how are your holidays so far? Do drop me emails or comments!</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><span class="Apple-style-span" style="color: rgb(34, 34, 34); font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; ">Facebook: <a href="https://www.facebook.com/theunintelligentinvestor" style="text-decoration: none; color: rgb(136, 136, 136); ">https://www.facebook.com/theunintelligentinvestor</a><br />Twitter: <a href="https://twitter.com/#%21/Unintelinvestor" style="text-decoration: none; color: rgb(136, 136, 136); ">https://twitter.com/#!/Unintelinvestor</a></span></div>Jeffrey Sianoreply@blogger.com0tag:blogger.com,1999:blog-9156076773126054686.post-65316486949212369712011-07-10T22:16:00.000+10:002011-07-10T22:16:35.476+10:00Rain CheckHey guys<br /><br />Once again, I need to take a rain check.<br /><br />As some of you know, I've been away at 2 different conventions this past week and a half.<br /><br />Well yesterday was the last day, so I had to pack up all my stuff, drive back to Newcastle from Sydney and get ready for hospital tomorrow. Sorry!<br /><br />Back to normal on Tuesday!Jeffrey Siahttp://www.blogger.com/profile/16115470451221378226noreply@blogger.com0